{"url":"https://api.github.com/gists/4487695","forks_url":"https://api.github.com/gists/4487695/forks","commits_url":"https://api.github.com/gists/4487695/commits","id":"4487695","node_id":"MDQ6R2lzdDQ0ODc2OTU=","git_pull_url":"https://gist.github.com/4487695.git","git_push_url":"https://gist.github.com/4487695.git","html_url":"https://gist.github.com/mbostock/4487695","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4487695/raw/3b5221dcabb0b03a201bfb2eb403e62484baf309/.block","size":64,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/bromley\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4487695/raw/eb7f7141fc3c9e1f6d76fbbf4391a6270ea993bd/README.md","size":286,"truncated":false,"content":"The [Bromley projection](http://www.progonos.com/furuti/MapProj/Dither/ProjPCyl/projPCyl.html#Mollweide) is a rescaled [Mollweide projection](/3734336), and is available as `d3.geo.bromley` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4487695/raw/5ba9420ffffb9fe4667355ddc1893603a5505559/index.html","size":1766,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script 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if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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4+OOPn3nmmUQiMW7c+Hg8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\naTgcRkQyXpPJZ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